Carrito

Schnelle und zuverlässige Gesundheitstests aus dem Qualitätslabor.

Tu Carrito está vacío.
Envío estimado
Total € 0,00
Impuesto incluido y los gastos de envío se calculan en la pantalla de pago
DNA-Tests
Pruebas de ADN data-buffer="<!--(figma)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"> Hola, somos Loxone. Traducimos la libertad en el hogar y la vida diaria. La idea es sencilla: queremos liberar a las personas de tareas rutinarias para que tengan más tiempo para lo esencial de la vida. Como pionero y líder tecnológico de la domótica inteligente para casas y edificios, hemos desarrollado para esto el sistema de control de edificios más completo. Y en los últimos 13 años hemos establecido nuevos estándares en más de 100 países y en decenas de miles de proyectos.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(/figma)--> Determinación de la raza